One beautiful result in Clifford analysis is the generalization of the Cauchy integral formula. Details for various cases are in our standard sources [1]}, [2]}, [3]}, [4]}. For \(^n\)  with \(n\ge 2\) , we define the vector-valued function
\({G}({x})\frac{1}{\omega _n} \frac{{x}}{|{x}|^n}\) 
